SZodixStudyAcademic Library
ShelvesOpen access
Study · an open academic library·Metadata from OpenAlex (CC0)·Shelves·OpenAlex metadata, de-duplicated
A Simple Proof of: L = λW
1 references·14 citing·40 second hop
A Simple Proof of: L = λW (1967)A Simple Proof of: L = λWA Proof for the Queuing Formula: L = λ W (1961)A Proof for the Queuing Formu…Statistical Analysis with Little's Law (2013)Statistical Analysis with Lit…Queueing theory and its applications (2012)Queueing theory and its appli…Discrete-Event Simulation: A First Course (2006)Discrete-Event Simulation: A …CSPS model: Look-ahead controls and physics (2005)CSPS model: Look-ahead contro…Little laws for utility processes and waiting times in queues (1994)Little laws for utility proce…Performance analysis of integrated services on a single server system (1990)Performance analysis of integ…Priority Queues with Feedback (1984)Priority Queues with FeedbackMean sojourn times in Markov queueing networks: Little's formula revisited (1983)Mean sojourn times in Markov …A Survey of J. Little's Formula (1983)A Survey of J. Little's Formu…Sample-Path Analysis of Queues (1982)Sample-Path Analysis of QueuesPath delays in communication networks (1975)Path delays in communication …Communication networks: Message path delays (1974)Communication networks: Messa…Loop Transmission Systems--Mean Value Analysis (1972)Loop Transmission Systems--Me…On a Single-Server Finite Queuing Model with State-Dependent Arrival and Service Processes (1971)On a Single-Server Finite Que…Queueing Systems. Volume 1: Theory (1975)Introduction to simulation and SLAM II (1979)Introduction to Simulation Using Siman (1990)The initial transient in steady-state point estimation: Contexts, a bibliography, the mse criterion, and the MSER statistic (2010)Enhancing discrete-event simulation with big data analytics: A review (2019)The Queue M/G/1 With Feedback to Lower Priority Queues (1967)A multiclass feedback queue in heavy traffic (1988)An Interpolation Approximation for Queueing Systems with Poisson Input (1988)Oscillations and chaos in a flow model of a switching system (1991)Introduction to Congestion Theory in Telephone Systems. (1961)Stochastic Service Systems. (1963)Applied Probability and Queues (1987)Applied Probability and Queues (2003)ESTIMATING WAITING TIMES WITH THE TIME-VARYING LITTLE'S LAW (2013)Rational thinking and Little’s Law understanding: an empirical study (2022)An Elementary Queueing Problem (1962)Elements of Queueing Theory with Applications (1962)Delay Distributions for One Line with Poisson Input, General Holding Times, and Various Orders of Service (1963)Networks of Waiting Lines (1957)Closed Queuing Systems with Exponential Servers (1967)QUEUES AND INVENTORIES (1967)Message Delays in Repeated-Service Tandem Connections (1981)Performance Evaluation of Distributed Computer-Communication Systems (1988)Reduction of a polling network to a single node (2008)Introduction to the Theory of Queues. (1963)Network of queues modeling in flexible manufacturing systems : a survey (1993)A TANDEM QUEUE WITH LÉVY INPUT: A NEW REPRESENTATION OF THE DOWNSTREAM QUEUE LENGTH (2006)Lévy-driven queues (2011)Queues with State-Dependent Stochastic Service Rates (1967)Application of level crossing analysis to discrete state processes in queueing systems (1982)Analysis of finite-buffer state-dependent bulk queues (2012)A single-server Markovian queuing system with discouraged arrivals and retention of reneged customers (2014)Open, Closed, and Mixed Networks of Queues with Different Classes of Customers (1975)Fundamentals of Queueing Theory. (1977)Sample-path derivations of the excess, age, and spread distributions (1988)Chapter 10 Queueing theory (1990)Deterministic analysis of queueing systems with heterogeneous servers (1992)An Equilibrium Queuing Model of Bribery (1985)An exploration towards a production theory and its application to construction (2000)How to improve R&D productivity: the pharmaceutical industry's grand challenge (2010)
this work references cited by second hop

References

  • 1961A Proof for the Queuing Formula: L = λ W2,777 cited

Cited by

  • 2006Discrete-Event Simulation: A First Course104 cited
  • 1984Priority Queues with Feedback64 cited
  • 1971On a Single-Server Finite Queuing Model with State-Dependent Arrival and Service Processes43 cited
  • 2013Statistical Analysis with Little's Law35 cited
  • 2005CSPS model: Look-ahead controls and physics33 cited
  • 1974Communication networks: Message path delays27 cited
  • 1982Sample-Path Analysis of Queues26 cited
  • 1972Loop Transmission Systems--Mean Value Analysis21 cited
  • 1975Path delays in communication networks20 cited
  • 2012Queueing theory and its applications19 cited
  • 1983A Survey of J. Little's Formula15 cited
  • 1983Mean sojourn times in Markov queueing networks: Little's formula revisited14 cited
  • 1990Performance analysis of integrated services on a single server system12 cited
  • 1994Little laws for utility processes and waiting times in queues12 cited

Only edges whose both ends are imported exist here. Widen the year window, or show the whole map. Back to the work